Two carts are initially at rest with a compressed spring between them. Cart 1 has mass mi. Cart 2, which has twice the m
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Two carts are initially at rest with a compressed spring between them. Cart 1 has mass mi. Cart 2, which has twice the m
Two carts are initially at rest with a compressed spring between them. Cart 1 has mass mi. Cart 2, which has twice the mass of cart 1. m2 = 2m1 mi uf m2 mi w There is a spring of spring constant k between the two carts that is compressed a distanced Ar. In terms of mı, k. and Ar what is the final velocity of the larger cart, U2f? You man neglect friction and drag. Hint, use conservation of and conservation of
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